Repeated application of the factor theorem may be used to factorize the polynomial.
2.
Is the factor theorem true for expressions ( polynomials ) of multiple variables?
3.
The factor theorem is another application of the remainder theorem : if the remainder is zero, then the linear divisor is a factor.
4.
*PM : proof of factor theorem using division, id = 6896-- WP guess : proof of factor theorem using division-- Status:
5.
*PM : proof of factor theorem using division, id = 6896-- WP guess : proof of factor theorem using division-- Status:
6.
*PM : proof of factor theorem due to Fermat, id = 7610-- WP guess : proof of factor theorem due to Fermat-- Status:
7.
*PM : proof of factor theorem due to Fermat, id = 7610-- WP guess : proof of factor theorem due to Fermat-- Status:
8.
I have a niggling feeling that the solution has to do with some use of the remainder or factor theorem that I haven't fully understood, but I'm not sure how to proceed.
9.
The symmetry factor theorem gives the symmetry factor for a general diagram : the contribution of each Feynman diagram must be divided by the order of its group of automorphisms, the number of symmetries that it has.
10.
The next two roots can be found by algebraically dividing x ^ 3 + 7x ^ 2 + 8x + 2 by ( x + 1 ) to get a quadratic, which can be solved directly, by the factor theorem or by the quadratic formula.
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